XVI International Congress on Mathematical Physics
August 3–8, 2009 Prague, Czech Republic, Clarion Congress Hotel Prague
Topical Sessions
/ Mechanics and Dynamical Systems
(including integrable systems and Hamiltonian stability)
Organizers
Igor Krichever
Lai-Sang Young
Invited Speakers
Chong-Qing Cheng
(Nanjing University)
UNBOUNDED ORBITS IN POSITIVE DEFINITE HAMILTONIAN SYSTEMS
Vadim Kaloshin
(University of Maryland)
QUASIERGODIC HYPOTHESIS AND EXAMPLES OF A NEARLY INTEGRABLE HAMILTONIAN SYSTEMS WITH LARGE TRANSITIVE SETS
Sergei Kuksin
(Ecole Polytechnique Palaiseau)
DISSIPATIVE PERTURBATIONS OF THE KDV EQUATION
Domokos Szász
(Technical University Budapest)
BIIILIARD MODELS AND ENERGY TRANSFER
Alexander Veselov
(Loughborough University)
QUANTUM CALOGERO-MOSER SYSTEMS: A VIEW FROM INFINITY
Amie Wilkinson
(Northwestern University)
PARTIAL HYPERBOLICITY, CHAOS AND SYMMETRY
Contributed Talks
Jaroslav Dittrich
(Nuclear Physics Institute ASCR, Řež)
ON THE INTEGRALS OF MOTION FOR A CALOGERO-MOSER SYSTEM WITH SPINS AND ELLIPTIC EXCHANGE INTERACTION
Andreas Henrici (Universität Zürich)
NEKHOROSHEV THEOREM FOR THE PERIODIC TODA LATTICE
Tomáš Kalvoda (Czech Technical University Prague)
A RESONANCE OF THE CYCLOTRON FREQUENCY WITH A TIME-PERIODIC SINGULAR FLUX TUBE
Oleg N. Kirillov
(TU Darmstadt)
DISSIPATIVE UNFOLDING OF 1:1 SEMI-SIMPLE RESONANCE WITH DEFINITE AND MIXED KREIN SIGNATURE
Nikolai A. Magnitskii (Institute for Systems Analysis, Moscow)
THE NONCLASSICAL APPROACH TO ANALYSIS OF HAMILTONIAN AND CONSERVATIVE SYSTEMS
Anatoliy Prykarpatsky (The AGH University of Science and Technology, Krakow)
INTEGRABILITY ANALYSIS OF A NONLOCAL OSTROVSKY-WHITHAM FLOW
H. Sanchez-Morgado (Universidad Nacional Autonoma de Mexico)
LIMIT OF THE INFINITE HORIZON DISCOUNTED HAMILTON JACOBI EQUATION
Christoph Schumacher
(Universität Erlangen-Nürnberg)
CLASSCAL MOTION IN RANDOM POTENTALS
Artur Sergyeyev
(Silesian University Opava)
GENERALIZED STACKEL TRANSFORM: INTEGRABILITY AND BEYOND
Gerald Teschl
(Universität Wien)
LONG-TIME ASYMPTOTICS OF THE TODA LATTICE FOR ASYMPTOTICALLY PERIODIC INITIAL CONDITIONS
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